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Solving a problem in physics section 21 paragraph 71 qu
Sold: 4
last one 16.10.2020
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Uploaded: 31.03.2014
Content: fiz021_71.doc 64 kB
Refunds: 0
Uploaded: 31.03.2014
Content: fiz021_71.doc 64 kB
Product description
71. The probability density distribution of particles in the plane depends on the distance from the point G as f (r) = A (1-r2 / a2), m-2, where r ≤ a, and f (r) = 0 if r ≥ a . Here, a set, A - some unknown constant. Find: a) most probable distance rver particles from point O; b) A constant; c) the average value <r> particles from point A.
Additional information
Detailed solution. Decorated in Microsoft Word 2003. (Target decided to use formula editor)
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